Table 4 Tabular representation of the IVF soft set $\mathfrak{R}\mathbf{=}\mathbf{(}\tilde{\mathit{R}}\mathbf{,}\mathbf{(}\mathit{A}\mathbf{\times }\mathit{B}\mathbf{)}\mathbf{\times }\mathbf{(}\mathit{C}\mathbf{\times }\mathit{C}\mathbf{)}\mathbf{)}$

$((e_1,e_3),(e_4,e_4))$

[0.5,0.8]

[0.2,0.5]

[0.2,0.4]

[0.8,0.9]

[0.3,0.5]

[0.2,0.6]

$((e_1,e_3),(e_4,e_5))$

[0.5,0.8]

[0.3,0.7]

[0.3,0.5]

[0.8,0.9]

[0.4,0.5]

[0.2,0.6]

$((e_1,e_3),(e_5,e_4))$

[0.5,0.8]

[0.3,0.7]

[0.3,0.5]

[0.8,0.9]

[0.4,0.5]

[0.2,0.6]

$((e_1,e_3),(e_5,e_5))$

[0.4,0.6]

[0.3,0.7]

[0.3,0.5]

[0.8,0.9]

[0.4,0.5]

[0.2,0.6]

$((e_2,e_3),(e_4,e_4))$

[0.5,0.8]

[0.2,0.5]

[0.2,0.4]

[0.6,0.9]

[0.3,0.5]

[0.3,0.5]

$((e_2,e_3),(e_4,e_5))$

[0.5,0.8]

[0.3,0.7]

[0.5,0.7]

[0.6,0.9]

[0.6,0.7]

[0.4,0.5]

$((e_2,e_3),(e_5,e_4))$

[0.5,0.8]

[0.3,0.7]

[0.5,0.7]

[0.6,0.9]

[0.6,0.7]

[0.4,0.5]

$((e_2,e_3),(e_5,e_5))$

[0.4,0.6]

[0.3,0.7]

[0.5,0.7]

[0.6,0.9]

[0.6,0.7]

[0.4,0.5]